For this question, specifically (d)(b) I don't understand the mathematical simplification that reaches us to the answer When the input size is increased by additive one, the algorithm would get slower by an additive log(n 1) n log(n 1) logn 1 Suppose you have algorithms with the five running times listed below (Assume these are the exact running times ) How much slower do each of these algorithms get when you (a) double the input size, or (b) increase the input size by one (a) n2 (b) n3 (c) 100n2 (d) nlogn (e) 2n

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Question: For this question, specifically (d)(b). I don't understand the mathematical simplification that reaches us to the answer: When the input size is increased by additive

For this question, specifically (d)(b). I don't understand the mathematical simplification that reaches us to the answer:

When the input size is increased by additive one, the algorithm would get slower by an additive log(n+1) + n[log(n+1)-logn]?

For this question, specifically (d)(b). I don't understand the mathematical simplification that

1. Suppose you have algorithms with the five running times listed below. (Assume these are the exact running times.) How much slower do each of these algorithms get when you (a) double the input size, or (b) increase the input size by one? (a) n2 (b) n3 (c) 100n2 (d) nlogn (e) 2n

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